Imre Bárány

Imre Bárány (Mátyásföld, Budapest, 7 December 1947) is a Hungarian mathematician, working in combinatorics and discrete geometry. He works at the Rényi Mathematical Institute of the Hungarian Academy of Sciences, and has a part-time job at University College London.

Imre Bárány in 2011

Notable results

He gave a surprisingly simple alternative proof of László Lovász's theorem on Kneser graphs.[1]
He gave a new proof to the Borsuk–Ulam theorem.[1]
Barany gave a colored version of Carathéodory's theorem.[1]
He solved an old problem of James Joseph Sylvester[2] on the probability of random point sets in convex position.[3]
With Van H. Vu proved a central limit theorem on random points in convex bodies.[1]
With Zoltán Füredi he gave an algorithm for mental poker.[1]
With Füredi he proved that no deterministic polynomial time algorithm determines the volume of convex bodies in dimension d within a multiplicative error d^d.
With Füredi and János Pach he proved the following six circle conjecture of László Fejes Tóth: if in a planar circle packing each circle is tangent to at least 6 other circles, then either it is the hexagonal system of circles with identical radii, or there are circles with arbitrarily small radius.

Career

Bárány received the Mathematical Prize (now Paul Erdős Prize) of the Hungarian Academy of Sciences in 1985. He was an invited speaker at the Combinatorics session of the International Congress of Mathematicians, in Beijing, 2002.[4] He was an Erdős Lecturer at Hebrew University of Jerusalem in 2004. He was elected a corresponding member of the Hungarian Academy of Sciences (2010). In 2012 he became a fellow of the American Mathematical Society.[5]

He is an Editorial Board member for the journals Combinatorica,[6] Mathematika,[7] and the Online Journal of Analytic Combinatorics".[8] He is area editor of the journal Mathematics of Operations Research.[9]

gollark: ```pythonfrom esolangs_programming_channel import ability_to_import_from_esolangs_programming_channel```Now you *have* to make it.

gollark: But with import-from-discord we could go a step further! Import your entire program with outsourcing!

gollark: https://github.com/drathier/stack-overflow-import

gollark: How about one which, when you import a thing, will send a request to esolangs' <#412764872816852994> to write it, and then use the code they give.

gollark: Hmm. You know the Python import-from-stackoverflow thing?

References

"DBLP Bibliography". Universitat Trier. Retrieved 29 January 2010.
J. J. Sylvester, Problem 1491. The Educational Times, April, 1864, London
Bárány, Imre, Sylvester's question: the probability that n points are in convex position. Annals of Probability, vol. 27 (1999), no. 4, pp. 2020–2034
Invited Speakers for ICM2002, Notices of the American Mathematical Society, vol 48 (2001), no. 11, pp. 1343–1345
List of Fellows of the American Mathematical Society, retrieved 2012-11-03.
Editorial Board, Combinatorica, Springer-Verlag. Accessed January 23, 2010
Editorial Board Archived 2009-11-25 at the Wayback Machine, Mathematika, London Mathematical Society. Accessed January 23, 2010.
Editorial Board, Online Journal of Analytic Combinatorics. Accessed January 23, 2010.
Area editors Archived 2010-04-07 at the Wayback Machine, Mathematics of Operations Research. Accessed April 5, 2010.

External links

Imre Bárány at the Mathematics Genealogy Project
"Personal webpage". Mathematical Institute of the Hungarian Academy of Sciences.
"Personal webpage". Department of Mathematics, University College London. Archived from the original on 2010-03-14.

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[dblp-1] "DBLP Bibliography". Universitat Trier. Retrieved 29 January 2010.

[2] J. J. Sylvester, Problem 1491. The Educational Times, April, 1864, London

[3] Bárány, Imre, Sylvester's question: the probability that n points are in convex position. Annals of Probability, vol. 27 (1999), no. 4, pp. 2020–2034

[4] Invited Speakers for ICM2002, Notices of the American Mathematical Society, vol 48 (2001), no. 11, pp. 1343–1345

[5] List of Fellows of the American Mathematical Society, retrieved 2012-11-03.

[6] Editorial Board, Combinatorica, Springer-Verlag. Accessed January 23, 2010

[7] Editorial Board Archived 2009-11-25 at the Wayback Machine, Mathematika, London Mathematical Society. Accessed January 23, 2010.

[8] Editorial Board, Online Journal of Analytic Combinatorics. Accessed January 23, 2010.

[9] Area editors Archived 2010-04-07 at the Wayback Machine, Mathematics of Operations Research. Accessed April 5, 2010.